Exam timetable data last updated 1 September 2026

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ModsMA2001AY2021/2022 Semester 1

Mechanics Of Materials

AY2021/2022 Semester 1

The first four topics of the text are devoted to the analysis of the stresses and of the corresponding deformations in various structural members, considering successively axial loading, torsion, and pure bending. Each analysis is based on a few basic concepts, namely, the conditions of equilibrium of the forces exerted on the member, the relations existing between stress and strain in the material, and the conditions imposed by the supports and loading of the member. The study of each type of loading is complemented by a large number of examples designed to strengthen the students' understanding of the subject. Topic 5 is devoted to the determination of shearing stresses in beams under transverse loadings. More advanced aspects of the design of beams, such as the determination of the principal stresses at the junction of the flange and web of a W-beam, are in Topic 6. The chapter also includes the determination of stresses under combined loadings that can now include the determination of the principal stresses, principal planes, and maximum shearing stress at a given point. The determination of the deflection of beams is discussed in Topic 7. The first part of the chapter is devoted to the integration method followed by the use of singularity functions. Topic 8 is devoted to columns and includes the design of steel and aluminum columns.

AUs3.0 AUs
CategoriesCore
Not Available To ProgrammeENG(CEE), ENG(EEE), ENG(ENE), ENG(NULL), MAT, REP(BIE), REP(CBE), REP(CE), REP(CSC), REP(CVEN), REP(EEE), REP(ENE), REP(MAT)
Mutually Exclusive WithCV1011
Exam

Available Indexes

MonTueWedThuFri
1030

COMMON LEC (LE)

1030-1120 Tue

ONLINE

1100
1130
1200
1230
1300
1330

23116 TUT (MA1)

1330-1420 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23116 TUT (MA1)

1330-1420 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23120 TUT (MA5)

1330-1420 Tue

ONLINE, TR+1

Wk2, Teaching Wk3-13

23120 TUT (MA5)

1330-1420 Tue

ONLINE, TR+1

Wk2, Teaching Wk3-13

23121 TUT (MA6)

1330-1420 Tue

ONLINE, LHN-TR+01

Wk2, Teaching Wk3-13

23121 TUT (MA6)

1330-1420 Tue

ONLINE, LHN-TR+01

Wk2, Teaching Wk3-13

23124 TUT (MA9)

1330-1420 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23124 TUT (MA9)

1330-1420 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23125 TUT (MA10)

1330-1420 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

23125 TUT (MA10)

1330-1420 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

23130 TUT (MA15)

1330-1420 Thu

ONLINE, TR+1

Wk2, Teaching Wk3-13

23130 TUT (MA15)

1330-1420 Thu

ONLINE, TR+1

Wk2, Teaching Wk3-13

1400
1430

23117 TUT (MA2)

1430-1520 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23117 TUT (MA2)

1430-1520 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23122 TUT (MA7)

1430-1520 Tue

ONLINE, TR+1

Wk2, Teaching Wk3-13

23122 TUT (MA7)

1430-1520 Tue

ONLINE, TR+1

Wk2, Teaching Wk3-13

23123 TUT (MA8)

1430-1520 Tue

ONLINE, LHN-TR+01

Wk2, Teaching Wk3-13

23123 TUT (MA8)

1430-1520 Tue

ONLINE, LHN-TR+01

Wk2, Teaching Wk3-13

23126 TUT (MA11)

1430-1520 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23126 TUT (MA11)

1430-1520 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23127 TUT (MA12)

1430-1520 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

23127 TUT (MA12)

1430-1520 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

23131 TUT (MA16)

1430-1520 Thu

ONLINE, TR+1

Wk2, Teaching Wk3-13

23131 TUT (MA16)

1430-1520 Thu

ONLINE, TR+1

Wk2, Teaching Wk3-13

1500
1530

23118 TUT (MA3)

1530-1620 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23118 TUT (MA3)

1530-1620 Mon

ONLINE, TR+1

Wk2, Teaching Wk3-13

23119 TUT (MA4)

1530-1620 Mon

ONLINE, TR+34

Wk2, Teaching Wk3-13

23119 TUT (MA4)

1530-1620 Mon

ONLINE, TR+34

Wk2, Teaching Wk3-13

23128 TUT (MA13)

1530-1620 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23128 TUT (MA13)

1530-1620 Wed

ONLINE, TR+1

Wk2, Teaching Wk3-13

23129 TUT (MA14)

1530-1620 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

23129 TUT (MA14)

1530-1620 Wed

ONLINE, TR+8

Wk2, Teaching Wk3-13

1600